Belevitch's theorem is a theorem in electrical network analysis due to the Russo-Belgian mathematician Vitold Belevitch (1921–1999). The theorem provides a test for a given S-matrix to determine whether or not it can be constructed as a lossless rational two-port network. Lossless implies that the network contains only inductances and capacitances – no resistances. Rational (meaning the driving point impedance Z(p) is a rational function of p) implies that the network consists solely of discrete elements (inductors and capacitors only – no distributed elements).
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| - Theorem von Belevitch (de)
- Belevitch's theorem (en)
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| - Belevitch's theorem is a theorem in electrical network analysis due to the Russo-Belgian mathematician Vitold Belevitch (1921–1999). The theorem provides a test for a given S-matrix to determine whether or not it can be constructed as a lossless rational two-port network. Lossless implies that the network contains only inductances and capacitances – no resistances. Rational (meaning the driving point impedance Z(p) is a rational function of p) implies that the network consists solely of discrete elements (inductors and capacitors only – no distributed elements). (en)
- Das Theorem von Belevitch (englisch Belevitch's theorem) ist ein nach Vitold Belevitch benannter und in der elektrischen Schaltungstheorie verwendeter Lehrsatz, um festzustellen, ob eine gegebene S-Matrix eines Zweitors grundsätzlich verlustfrei und rational realisierbar ist. (de)
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| - Das Theorem von Belevitch (englisch Belevitch's theorem) ist ein nach Vitold Belevitch benannter und in der elektrischen Schaltungstheorie verwendeter Lehrsatz, um festzustellen, ob eine gegebene S-Matrix eines Zweitors grundsätzlich verlustfrei und rational realisierbar ist. Verlustfrei bedeutet in diesem Zusammenhang, dass sich das Zweitor im Inneren nur durch ideale Kondensatoren und Spulen ohne verlustbehaftete ohmsche Widerstände realisieren lässt. Rational bedeutet, dass zur Beschreibung der S-Matrix nur rationale Funktionen zum Einsatz kommen. Implizit ist damit festgelegt, dass im Zweitor nur konzentrierte Bauelemente (diskrete Bauelemente) in Form von Kondensatoren und Spulen vorkommen. (de)
- Belevitch's theorem is a theorem in electrical network analysis due to the Russo-Belgian mathematician Vitold Belevitch (1921–1999). The theorem provides a test for a given S-matrix to determine whether or not it can be constructed as a lossless rational two-port network. Lossless implies that the network contains only inductances and capacitances – no resistances. Rational (meaning the driving point impedance Z(p) is a rational function of p) implies that the network consists solely of discrete elements (inductors and capacitors only – no distributed elements). (en)
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